Please show all your stepsi will sure to give you a thumb up!
This is a problem on electrodynamics for EM waves in conductors (Please see the translation attached!)
Metals Reflection and phase change:
We have one EM wave (see the equation below) with frequency ω incident on a metal plane with high conductivity and a dielectric constant (relative permittivity) with ε =2 (see the number below)
For the reflected wave (see the equation E(R)), calculate the difference between the phases of the incident wave and the reflected wave for the two linear polarization (Electric and Magnetic)
Please show all your stepsi will sure to give you a thumb up! This is a problem on electrodynamics for EM waves in conductors (Please see the translation attached!) Metals Reflection and phase change:...
This is a problem on electrodynamics for EM waves in
conductors (Please see the translation attached!)
Metals Reflection and phase change:
We have one EM wave (see the equation below) with frequency ω
incident on a metal plane with high conductivity and a constant
dielectric with ε =2 (see the number below)
For the reflected wave (see the equation E(R)), calculate the
difference between the phases of the incident wave and the
reflected wave for the two linear polarization (Electric...
This is a problem about linearly polarized EM wave,
please see the translation below. You only need to answer the first
2 questions, which are not too much for you. I appreciate and if
you keep me posted, i will sure to give you a thumb up
:D
Suppose this wave is linearly polarized, with ε a unit vector
define the direction of polarization and kI = kx the incident wave
vector
(a). Under what conditions do the vectors kI,...
This is a problem on electrodynamics about EM waves in
conductors, please see the translation below, you only need to
submit part (d), i will sure give you a thumb up if you show your
steps :D
Simple model of a metal:
(a). Calculate the dielectric constant for a conducting material
by taking the electrons in an external field a motion equation (see
the equation below)
The dipole moment by electron is then p = e x and we find...